代码搜索:println

找到约 10,000 项符合「println」的源代码

代码结果 10,000
www.eeworm.com/read/378375/9233331

java fac2_1.java

//本程序取自王晓东编著“算法分析与设计”第 20 页,例2-1 //递归法计算阶乘 public class Fac2_1{ public static int Factorial(int n) { if(n==0)return 1; return n*Factorial(n-1); } public static void main(Strin
www.eeworm.com/read/378375/9233358

java examp8_4.java

//本程序取自Clifford A.Shaffer著张铭等译“数据结构与算法分析”第 163 页,例8.4 //快速排序问题解法 //Quick sort import java.io.*; class Examp8_4 { static void qsort(int[] array,int i,int j) { int pivotindex=findp
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java examp2_4.java

//本程序取自王晓东编著“算法分析与设计”第 21 页,例2.4 //排列问题的递归解法 import java.io.*; public class Examp2_4 { public static void swap(int []a,int i,int j) { int temp=a[i]; a[i]=a[j]; a[j]
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java hanoi2_6.java

//本程序取自王晓东编著“算法分析与设计”第 23 页,例2.6 //汉诺塔问题的递归解法 import java.io.*; class hanoi2_6{ public static void hanoi(int n,char a,char b,char c) { int x=n; System.out.println("hanoi("
www.eeworm.com/read/378375/9233407

java fac10_1_3.java

//本程序取自王晓东编著“算法分析与设计”第 348 页,例 //最大子段问题的动态规划算法 public class Fac10_1_3{ static int []a; static int besti; static int bestj; public Fac10_1_3(int[] x,int bi,int bj) {
www.eeworm.com/read/378375/9233420

java fac2_8_1.java

//本程序取自王晓东编著“算法分析与设计”第 37 页,例 //快速排序问题的解法 public class Fac2_8_1{ static int findpivot(int[] a,int i,int j) { return(i+j)/2;} private static int partition(int[] a,int p, int r
www.eeworm.com/read/378375/9233442

java fac2_0.java

//本程序取自王晓东编著“算法分析与设计”第 20 页,例2-0 //库函数测试 public class Fac2_0{ public static void main(String args[]){ float a=4; System.out.println("值 "); System.out.println(Math.sqrt(a)); } }
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java fac2_9.java

//本程序取自王晓东编著“算法分析与设计”第 39 页,例 //线性时间选择问题的解法 import java.lang.System; class Random { private long seed;//当前种子 private final static long multiplier=0x5DEECE66DL; private final static
www.eeworm.com/read/378375/9233452

java fac10_1.java

//本程序取自王晓东编著“算法分析与设计”第 345 页,例 //最大子段问题的简单解 public class Fac10_1{ static int []a; static int besti; static int bestj; public Fac10_1(int[] x,int bi,int bj) {
www.eeworm.com/read/378375/9233457

java hanoi2_6.java

//本程序取自王晓东编著“算法分析与设计”第 23 页,例2.6 //汉诺塔问题的递归解法 import java.io.*; class hanoi2_6{ public static void hanoi(int n,char a,char b,char c) { int x=n; System.out.println("hanoi("